2.92(F)-GPPO(Mini-SMP)(F) Precision Adapter,DC-40GHz
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)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
CuBe Gold Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |